Question

j

Answer 1

@dpaInc

Answer 2

now ur using radians instead of degrees so instead of adding/subtracting 360 degrees, you'll add/subtract 2pi to the angle.

Answer 3

Options :)

Answer 4

it's the same question as last time except ur using radians as the angle unit

Answer 5

how do I do that ?

Answer 6

i don't think those are the correct options...

Answer 7

I swear ! Its so hard to figure out Im stuck on 2 like this

Answer 8

maybe check the original question... is the angle correct at \(\large \frac{3\pi}{2} \) ???

Answer 9

see @dpaInc

Answer 10

?

Answer 11

wow.... none of those choices are correct for that problem!

Answer 12

something has to be ... what would you think is the closest ?

Answer 13

?

Answer 14

i don't wanna say because i'm pretty sure none of those are correct...
@precal, help....

Answer 15

@precal I have the options to the question here

Answer 16

let me take out my precal book and see what it states, it has been a while since I have done polars

Answer 17

okay

Answer 18

well, the original problem is a quadrantal angle (on the y-axis).
i can already tell the options are incorrect because of the pi/5 in the options...

Answer 19

or maybe i'm stupid....

Answer 20

a point with polar coordinates (r, theta) also, can be represented by either of the following: